Clocks If We Had Six Fingers On Each Hand

Winnie the Pooh just leveled up from basic to fancy with Euler's identity! The top panel shows the standard form of Euler's formula that connects complex exponentials to trigonometric functions. But the bottom panel? That's where Pooh puts on a tuxedo and expresses the SAME equation as a determinant of a matrix! It's like saying "why use simple math when you can flex with linear algebra?" This is peak mathematician humor—taking something elegant and making it unnecessarily sophisticated just because you can. The mathematical flex nobody asked for but everyone with a math degree secretly loves.

The existential crisis of basic arithmetic. The correct answer is 45 (50÷2=25, then 25+20=45), but the question's wording creates just enough ambiguity to make you question your entire education. Is it (50÷2)+20 or 50÷(2+20)? The man's thousand-yard stare perfectly captures that moment when your brain refuses to accept that math problems this simple can trigger such profound doubt. And this is why mathematicians insist on parentheses.

Santa's bringing mathematical clarity to town! The "naughty" expression (6 ÷ 2(1 + 2)) is the infamous math problem that breaks the internet every few months. Without proper notation, it's ambiguously evil—is it (6÷2)×3=9 or 6÷(2×3)=1? The "nice" versions eliminate the ambiguity by clearly showing the intended grouping. This is why mathematicians drink heavily during holiday parties. Remember kids: parentheses are free, and they prevent family arguments better than avoiding politics at dinner.

The professor hands over what looks like a simple assignment, but then BAM—it's the continuity equation for charge conservation: ∇·J = -∂ρ/∂t. That face in the middle panels says it all! This equation basically states that electric charge can't be created or destroyed (only moved around), but trying to solve problems with it feels like trying to explain quantum mechanics to your cat. The student's progression from confidence to existential crisis is the physics equivalent of ordering "just a light salad" and receiving a 17-course molecular gastronomy experiment. Every electrodynamics student has had this exact moment when Maxwell's equations stop being theoretical and start getting personal.

First you're like "OMG GAUSS'S LAW IS AMAZING!" because it lets you calculate electric fields with beautiful symmetry. That rush when you realize you can solve complex problems with a simple closed surface integral! 🤩 Then reality hits harder than a coulomb force - you run out of those perfect spheres, cylinders, and planes. Suddenly you're sobbing through partial differential equations for irregular shapes. Physics giveth, and physics taketh away! 😭

The ultimate math brain expansion meme! It shows the journey from basic understanding to cosmic-level comprehension of mathematical theorems. Starting with Stokes theorem (the cool kid), then De Rham theorem (the nervous nerd), followed by Poincaré duality (mysterious hoodie character), coherent duality (the sleep-deprived genius), and finally Verdier duality (transcendent brain cube). The rarest of math minds are at the far right of the bell curve - we're talking 0.00000001% territory! The beauty is that nobody outside advanced mathematics has any clue what these mean, which is exactly the point! It's the perfect inside joke for mathematicians who love watching the rest of us scratch our heads wondering if FTC (Fundamental Theorem of Calculus) is indeed a special case of all this madness.